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Settler dynamics

In the model simulations, the settling and decanting phase were characterized by a reactive point-settler model. The simulations were carried out using matlab 6.5 simulation platform. A systematic model calibration methodology as described in Fig. 2 was applied to the SBR. Fig. 3. shows the simulation results from the calibrated model. The model predicted the dynamics of the SBR with good accuracy. [Pg.167]

A realistic description of the dynamic behaviour of an actual mixer-settler plant item should however also involve some consideration of the hydrodynamic characteristics of the separate mixer and settler compartments and the possible flow interactions between mixer and settler along the cascade. [Pg.184]

DO profile dynamics. The dynamical characteristics of the DO profile are illustrated by simulation of a plant, consisting of an aerator with four CSTR in series, each one having organic removal but no nitrification. The return sludge concentration is assumed constant, which is a reasonable assumption as long as the return sludge flow rate is constant and the settler sludge buffer is positive. [Pg.367]

Casto et al. (Cll) considered the dynamics of this mixer-settler by introducing intentional upsets of varying degrees after steady state operation had been reached. The system 0.5 M HDEHP-0.1 M HCl-2.7 M rare... [Pg.67]

An absence of phase and dynamic balance in the system makes it necessity to take into account process dynamics. This is the case for mixture motion in regions with rapidly varying external conditions, as, for instance, in throttles, heat exchangers, turbo-expanders, separators, settlers, absorbers, and other devices. Violation of thermodynamic and dynamic balance may cause intense nudeation of one of the phases (liquid or gaseous) with formation of drops and bubbles, and their further growth due to inter-phase mass exchange (condensation, evaporation) this process is accompanied by mutual interaction of drops, bubbles, and other formations, which results in their coagulation, coalescence, and breakup. [Pg.39]

However, to date, it is generally agreed, by both researchers and practitioners that bottle testing is still a good guide (257). The bottle test is static and does not model closely the dynamic effects of water droplets dispersed or coalescing in the actual equipment such as control valves, pipes, inlet delivery, baffles, water wash, ete. If the point of injection of chemicals is upstream of the settler, then the test approximates the situation better. It is, however, still crucial that the characteristies of the emulsion be understood before the treatment system is selected (273, 274). [Pg.576]

Table 7.3 includes results for different values of Q, because the settlers moved mainly following the major river valleys according to historical reports. One might conclude therefore that small details in the sfructure of the Peano basin, namely tertiary, quaternary, and higher-order channels, do not affect the dynamics of the migration process, and a low order in Q should be chosen. [Pg.231]

Mixer and Impeller Design—Modem approaches employ the use of computational fluid dynamics (CFD) modelling to improve designs of mixer boxes, baffles, and impellers (Giralico et al. 2003 Gigas and Giralico 2002). The choice of whether or not to use mixer-settlers or columns can also influence the efficiencies achievable (Fox et al. 1998). [Pg.182]

Consider the dynamics of an isothermal CSTR followed by a simple (single stage) separating unit (e.g., an extractor, crystallizer, or a settler). The reaction is reversible, A B, and the effluent stream from the separator, which is rich in unreacted material, is recycled. It is assumed that the reaction rate is first order, the equilibrium relationship for the separator is linear, and the rate of mass transfer between the phases in the separator could be written in terms of mass transfer coefficient and a linear driving force. Making certain that you define all your terms carefully, show that the dynamic model for the plant can be put into the following form ... [Pg.528]

The dynamic model consists of a set of 33 DAEs (14 of them are ODEs) and 44 variables. The value of three flowrates qr2, grj and qp) are fixed at their steady-state values corresponding to a certain nominal operational conditions. Therefore, this leaves 8 design variables for the integrated design problem, namely the volume of the aeration tanks (v and v ), the areas of the settlers (adj and ad2), the aeration factors (fki and fk2), the gain and the integral time of a PI controller. [Pg.563]


See other pages where Settler dynamics is mentioned: [Pg.186]    [Pg.144]    [Pg.177]    [Pg.186]    [Pg.144]    [Pg.177]    [Pg.330]    [Pg.167]    [Pg.129]    [Pg.129]    [Pg.363]    [Pg.37]    [Pg.159]    [Pg.323]    [Pg.302]    [Pg.404]    [Pg.2]    [Pg.2409]    [Pg.277]   
See also in sourсe #XX -- [ Pg.144 ]

See also in sourсe #XX -- [ Pg.177 ]




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Settler

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